In summary, we have investigated the effect of string cloud , quintessence and Yang-Mills charge in \(4D\)  Gauss-Bonnet gravity on the field theory dual side by the fluid-gravity duality. Our result shows that theses three matters are affected in dual of Gauss-Bonnet gravity but they have no contribution in dual of Einstein-Hilbert gravity. Therefore, the KSS conjecture [1]} is saturated in the limit \(\lambda \rightarrow 0\)  . This conjecture tells us that the ratio \(\eta /s\)  has a lower bound, \(\frac{\eta }{s} \ge \frac{\hbar }{4\, \pi \, k_{B} } \) , for all relativistic quantum field theories at finite temperature without chemical potential [2]} and can be interpreted as the Heisenberg uncertainty principle [3]}. String cloud [4]} and quintessence [5]} in Einstein massive gravity does not contribute to the \(\frac{\eta }{s}\) . However, this conjecture violates for higher derivative theories of gravity like the AdS Einstein-Gauss-Bonnet-Yang-Mills in the presence of string cloud and quintessence as we confirmed in section 3 . Our outcome shows that the coupling of this model is scaled as \(\lambda \rightarrow \lambda \Big ((D-1)-(D-3) l^2 q^2 r_+^{4-2 D}+A l^2 r_+^{2-D}+\alpha l^2 (D-1) r_+^{(1-D)(1+\omega )}\Big )\) .
